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þ 8AuSR ! Au 20 S ð 8 Au 2 S ð 3
4
Au 28 S ð 20
:
Au 20 S ð 12
The SR ligands bridge pairs of metal atoms and the [Au 2 (SR) 3 ] ligands bridge
non-adjacent metal atoms on folded diamonds of Au 4 made from two adjacent faces
as shown in Fig. 26 . The stoichiometric and structural relationships for these
clusters are summarised in Table 1 .
3.7.3 Alternative Geometries
The same principles may be applied to the recently reported [Au 14 (PPh 3 ) 8 (NO 3 ) 4 ],
which has two trigonal-bipyramidal Au 5 fragments directly connected by a short
Au-Au bond (2.651
), and this bond also has a collar of 4 AuNO 3 leading to an
ellipsoidal shape and a polyhedron having triangular faces (see II).
Au 14 PPh 3
Å
Þ 8 NO 3 4 Au 14 L 12 4 þ Au 14 SR 6 2 Au 14 Au SR 2
6 2
ð
Au 14 Au 2 S ð 3
6 2
:
This leads to the prediction of three homoleptic possibilities, viz. [Au 14 (SR) 6 ] 2 ,
[Au 20 (SR) 12 ] 2 or [Au 26 (SR) 18 ] 2 or mixed species. All would share in common a
pair of interstitial atoms inside a 12-atom polyhedron.
The same principles may be applied to other classes of clusters in Fig. 22 . For
example, toroidal or oblate clusters are characterised by [S σ ] 2 [P σ ] 4 and are exem-
plified by [Au 9 (PPh 3 ) 8 ] 3+
and [Au 10 Cl 3 (PCy 2 Ph) 6 ] +
and lead to the following
homoleptic replacement series:
Au 9 PPh 3
Þ 8 3 þ Au 9 SR 4 Au 9 Au SR 2
4
ð
Au 9 Au 2 S ð 3
4 Au 13 SR 8 Au 17 SR 12 :
Au 10 Cl 3 PCy 2 Ph
Þ 6 þ Au 10 SR 5 Au 10 Au SR 2
5
ð
Au 10 Au 2 S ð 3
5 Au 5 SR 10 Au 20 SR 15 :
The analysis may also be used to provide an insight into structures which have
been calculated from DFT calculations. For example, [Au 18 (SR) 14 ] has two tetra-
hedral Au 4 moieties (which are characterised by [S σ ] 2 ) which are well separated and
with two pairs of [Au 2 (SR) 4 ] and [Au 2 (SR) 3 ] staple ligands [ 109 ]:
2 þ 2Au 4 S ð 2
2Au 4 PPh 3
ð
Þ 4
Au 3 S ð 4
Au 18 S ð 14
:
2Au 4 Au 2 S ð 3
The analysis above has underlined in a very transparent manner the structural
relationships between phosphine and organothiolato-cluster compounds, which has
been proposed previously by H¨kkinen.
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